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Springer Lie Theory and Its Applications in Physics - Springer

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Description

This Springer proceedings volume explores the geometric applications of Lie theory to physical systems, examining how symmetries and algebraic structures illuminate complex physical phenomena. Compiled from the June 2013 Varna conference, the collection presents contemporary research on representation theory, algebraic geometry, infinite-dimensional Lie algebras and groups, superalgebras, quantum groups, and noncommutative geometry. The contributions demonstrate how geometrization of mathematical descriptions reveals underlying symmetries that clarify the structure of linear and nonlinear systems. Aimed at mathematicians and theoretical physicists, this volume bridges abstract algebra with practical physical applications, offering insights into how Lie theory serves as a foundational tool for building rigorous mathematical models of the natural world.

Key Features

Springer Proceedings in Mathematics & Statistics volume 111 contains peer-reviewed research from the 2013 Varna conference on Lie theory and physics applications.

Coverage encompasses representation theory, algebraic geometry, and infinite-dimensional Lie algebras that model physical systems through geometric symmetries.

Explores superalgebras, supergroups, quantum groups, and noncommutative geometry as advanced frameworks for understanding complex mathematical structures.

Demonstrates how geometric approaches to physical systems reveal symmetries essential for understanding structure in both linear and nonlinear systems.

Provides rigorous mathematical treatment suitable for researchers in theoretical physics and pure mathematics seeking contemporary applications of Lie theory.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
06 October 2016
Listed Since
29 September 2016

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